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⚠️ Value exceeds standard precision (switching to BigInt)
Binary (Base 2)
Octal (Base 8)
Hexadecimal (Base 16)
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About

Working with different number systems is a staple in computer science education and low-level programming. Instead of switching between multiple tools, this All-in-One dashboard provides a centralized view. By entering a single Decimal (Base-10) integer, the tool instantly computes its equivalent in the three most critical computing bases: Binary (Base-2), Octal (Base-8), and Hexadecimal (Base-16).

This "Type Once, See All" approach improves workflow efficiency for tasks like subnet mask calculation, color coding, or register configuration. The tool handles safe integer limits and provides immediate feedback, making it an excellent educational aid for visualizing how the same magnitude is represented across different radix systems.

base converter all in one converter decimal to binary decimal to octal number systems

Formulas

The tool performs three parallel divisions.

Valuebase = toString(Decimal, Radix)

Where Radix {2, 8, 16}

For large numbers, precision is maintained using BigInteger arithmetic.

Reference Data

Decimal (10)Binary (2)Octal (8)Hex (16)
0000
1111
510155
81000108
10101012A
15111117F
16100002010
25511111111377FF

Frequently Asked Questions

JavaScript standard numbers lose precision after 15 digits (2^53 - 1). If you exceed this, we assume the input is a BigInt to maintain accuracy.
This specific dashboard is optimized for unsigned (positive) integers to show the direct radix representation. For negatives, use the specific Two"s Complement tool.
While Hex is dominant, Octal is still heavily used in Unix/Linux file permissions (e.g., chmod 777) and legacy aviation or computing systems.
Yes. The conversion happens entirely in your browser using efficient native algorithms, with no server delay.